Lecture notes found by Googling "quantum field theory pdf":

Free to view draft: web.physics.ucsb.edu/~mark/ms-qft-DRAFT.pdf Page presenting it: web.physics.ucsb.edu/~mark/qft.html

Author affiliation: University of California, Santa Barbara.

Number of pages: 616!

Don't redistribute clause, and final version by Cambridge University Press, alas, so corrections will never be merged back: web.physics.ucsb.edu/~mark/qft.html. But at least he's collecing erratas for the published (and therefore draft) versions there.

The book is top-level organized in spin 0, spin half, and spin 1. Quite ominous, really.

The preface states that one of its pedagogical philosophies is to "Illustration of the basic concepts with the simplest examples.", so maybe there is hope after all.

45 1 hour lessons. The Indian traditional music opening is the best.

10 2-hour lessons.

Lecturer: Leonard Susskind.

Lecture notes: Quantum Field Theory lecture notes by David Tong (2007).

By David Tong.

14 1 hours 20 minute lectures.

The video resolution is extremely low, with images glued as he moves away from what he wrote :-) The beauty of the early Internet.

Interactions.

Dirac field.

Dirac equation.

Gaussian path integrals.

This book really tries to recall basic things to ensure that the reader will be able to understand the more advanced ones.

Sometimes it goes a little bit overboard, like defining what a function does several times.

But Ciro Santilli really prefers it when authors error on the side of obvious.

Eugene Fubini (1904–1972) was an Italian mathematician known for his contributions to mathematical analysis, particularly in the fields of functional analysis and measure theory. He is best known for the Fubini theorem, which provides conditions under which it is possible to compute the double integral of a function over a product space by iterated integrals.

Giuliano Toraldo di Francia is an Italian philosopher and scientist known for his contributions to the philosophy of science and logic. He has worked on various topics, including epistemology, the philosophy of mathematics, and the foundations of science. His work often explores the nature of scientific theories, the role of models in scientific explanation, and how scientific practice relates to philosophical inquiry.